kyu_5.sports_league_table_ranking package

Submodules

kyu_5.sports_league_table_ranking.compute_ranks module

Solution for -> Sports League Table Ranking.

Created by Egor Kostan. GitHub: https://github.com/ikostan

kyu_5.sports_league_table_ranking.compute_ranks.calc_for_against(teams, team, team_1, team_2) → None

Collect “For:Against” data.

Parameters:

• teams

• team

• team_1

• team_2

Returns:

kyu_5.sports_league_table_ranking.compute_ranks.calc_gd(teams) → None

Calculate “GD”.

Parameters:

teams

Returns:

kyu_5.sports_league_table_ranking.compute_ranks.calc_rank(teams: dict) → None

Calculate Rank.

First you sort the teams by their points. If two or more teams reached the same number of points, the second criteria comes into play and so on. Finally, if all criteria are the same, the teams share a place. :param teams: :return:

kyu_5.sports_league_table_ranking.compute_ranks.calc_team_points(team, teams, score_a, score_b) → None

Calculate team points.

Parameters:

• team

• teams

• score_a

• score_b

Returns:

kyu_5.sports_league_table_ranking.compute_ranks.calc_teams_score(team_a, team_b, teams, team, number) → None

Calculate following For/Against Points.

Set default values for team as well. :param team_a: :param team_b: :param teams: :param team: :param number: :return:

kyu_5.sports_league_table_ranking.compute_ranks.check_if_team_registered(team, teams, number) → None

Check if team data was processed.

Set default values otherwise. :param team: :param teams: :param number: :return:

kyu_5.sports_league_table_ranking.compute_ranks.compute_ranks(number: int, games: list) → list

compute_ranks function.

Organize a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams:

Points Scoring differential (the difference between goals scored and those conceded)

Goals scored First you sort the teams by their points. If two or more teams reached the same number of points, the second criteria comes into play and so on. Finally, if all criteria are the same, the teams share a place.

Parameters:

• number – int

• games – list

Returns:

list

kyu_5.sports_league_table_ranking.compute_ranks.process_not_played_games(teams: dict, number: int) → None

Set default values for teams who did not play a single game.

Parameters:

• teams

• number

Returns:

kyu_5.sports_league_table_ranking.test_compute_ranks module

Test for -> Sports League Table Ranking.

Created by Egor Kostan. GitHub: https://github.com/ikostan

class kyu_5.sports_league_table_ranking.test_compute_ranks.ComputeRanksTestCase(methodName='runTest')

Bases: TestCase

Testing Sports League Table Ranking.

_classSetupFailed = False

_class_cleanups = []

test_compute_ranks = None

test_compute_ranks_0(**kw)

Testing compute_ranks function [with number=6, games=[[0, 5, 2, 2], [1, 4, 0, 2], [2,… 2], [3, 1, 1, 1], [4, 0, 2, 0]], expected=[4, 4, 6, 3, 1, 2]].

Test the compute_ranks function that organizes a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams: 1. Points. 2. Scoring differential (the difference between goals scored and those conceded). 3. Goals scored. :return:

test_compute_ranks_1(**kw)

Testing compute_ranks function [with number=6, games=[[0, 5, 2, 0], [1, 4, 2, 2], [2,… 0], [2, 0, 2, 1], [3, 4, 3, 1]], expected=[2, 3, 4, 1, 5, 6]].

Test the compute_ranks function that organizes a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams: 1. Points. 2. Scoring differential (the difference between goals scored and those conceded). 3. Goals scored. :return:

test_compute_ranks_2(**kw)

Testing compute_ranks function [with number=4, games=[[0, 3, 1, 1], [1, 2, 2, 2], [1, 3, 2, 0], [2, 0, 2, 0]], expected=[3, 1, 1, 3]].

Test the compute_ranks function that organizes a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams: 1. Points. 2. Scoring differential (the difference between goals scored and those conceded). 3. Goals scored. :return:

test_compute_ranks_3(**kw)

Testing compute_ranks function [with number=10, games=[], expected=[1, 1, 1, 1, 1, 1, 1, 1, 1, 1]].

Test the compute_ranks function that organizes a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams: 1. Points. 2. Scoring differential (the difference between goals scored and those conceded). 3. Goals scored. :return:

test_compute_ranks_4(**kw)

Testing compute_ranks function [with number=8, games=[[0, 7, 2, 0]], expected=[1, 2, 2, 2, 2, 2, 2, 8]].

Test the compute_ranks function that organizes a sports league in a round-robin-system. Each team meets all other teams. In your league a win gives a team 2 points, a draw gives both teams 1 point. After some games you have to compute the order of the teams in your league. You use the following criteria to arrange the teams: 1. Points. 2. Scoring differential (the difference between goals scored and those conceded). 3. Goals scored. :return:

Module contents

Sports League Table Ranking.